All formulas
antennasbasic

Half-Wave Dipole Length

Half-Wave Dipole Length

The half-wave dipole is one of the most fundamental antenna types. This formula calculates the physical length needed for resonance at a given frequency, including a typical shortening factor for real-world construction.

L=λ2×k=c2f×kL = \frac{\lambda}{2} \times k = \frac{c}{2f} \times k

Alternative Forms

Practical Formula (meters)
Lm=142.5fMHzL_m = \frac{142.5}{f_{MHz}}
Includes 95% velocity factor for typical wire antennas
Practical Formula (inches)
Lin=5616fMHzL_{in} = \frac{5616}{f_{MHz}}
Length in inches for the US market

Input Variables

MHz

Design frequency for resonance(Range: 1 – 10000 MHz)

ratio

Shortening factor due to end effects (typically 0.95)(Range: 0.8 – 1 ratio)

Results

Dipole Length (L)
—

📖 Example: 2-Meter Ham Radio Dipole

Calculate dipole length for 146 MHz (2-meter amateur band)